{
 "cells": [
  {
   "attachments": {
    "一元二次-结论.png": {
     "image/png": "iVBORw0KGgoAAAANSUhEUgAAAY4AAAEHCAYAAAC5u6FsAAAAAXNSR0IArs4c6QAAAARnQU1BAACx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\nQmCC\n"
    }
   },
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# 一元二次方程\n",
    "![](asserts/一元二次-推导过程.png)\n",
    "![](asserts/一元二次-结论.png)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "import math\n",
    "\n",
    "#一元二次方程 算法函数\n",
    "def quadratic(a, b, c):\n",
    "    if a == 0:\n",
    "        if b == 0:\n",
    "            if c == 0:\n",
    "                print('X可以是任意数')\n",
    "            else:\n",
    "                print('无解')\n",
    "        else:\n",
    "            x = -c / b\n",
    "            print('方程有解：x=%.2f' % x)\n",
    "    else:\n",
    "        delta = b * b - 4 * a * c\n",
    "        if delta > 0:\n",
    "            x1 = (-b + math.sqrt(delta)) / a / 2\n",
    "            x2 = (-b - math.sqrt(delta)) / a / 2\n",
    "            print(\"解为x1=%.2f，x2=%.2f\" % (x1, x2))\n",
    "            return \n",
    "        if delta == 0:\n",
    "            x1 = -b / a / 2\n",
    "            x2 = x1\n",
    "            print(\"解相同，x1=x2=%.2f\" % (x1))\n",
    "            return x1, x2         \n",
    "        print(\"无解,因为,B方-4AC=%d\" % delta)\n",
    "        \n",
    "        \n",
    " "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "解为x1=0.00，x2=-2.30\n"
     ]
    }
   ],
   "source": [
    "quadratic(10,23,0)"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.6.8"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}
